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4 Important characteristics of
Populations
• 1.
  GEOGRAPHICAL
     DISTRIBUTION
  – Area that is inhabited
    by a population
     • Varies in size
       from a few cm3
       (bacteria) to
       millions of square
       kilometers
2. Density of Area
• # of individuals per
  unit area
• Ex: desert cactus =
  low density
• Cactus brush = high
  density
Partner activity: Density & Growth
Rate
• Density formula = # of indiv/area

• 1. What is the density of 150 bullfrogs in
     a pond that covers an area of 3 sq.
     km?

50 bullfrogs/sq. km
Growth Rate
 •    Pf - Pi = Growth Rate         **can be a neg.
      ∆Time                                 number


 1.   In 1940, 4,800 sea otters were counted in a field
      study off the coast of Monterey, Calif. The field
      study continued until 1945 when scientists counted
      only 2,200 sea otters. What was the growth rate of
      sea otters?

 2.   -520 sea otters/year
More Problems
• In the Fall of 2000, there were 1857
  students at RAHS. This fall in 2008 the
  student count was 2,164. Growth rate?




• 38 students/year
3. Growth Rate (factors that affect
populations
• 1. Number of births
  (natality)

• 2. Number of deaths
      (mortality)
4. # of members that enter or leave
   the population
• Immigration =
  movement of
  individuals into an
  area

• Emigration =
  movement of
  individuals out of an
  area
Limiting Factors (affecting
Populations Growth)
                    • Competition for
                    •   water
                    •   shelter
                    •   food
                    • Predation
                    • Parasitism & disease
                    • Drought & climate
                      change
                    • Human disturbances
More Later
Graphs that represent Growth Rates
Exponential
                                Growth (J-
                                curve)

EXPONENTIAL PHASE




                    LAG PHASE
Exponential Growth
• Occurs when a population reproduces
  at a constant rate.
• At 1st, growth is slow
• Under ideal conditions with unlimited
  resources, pop. will grow exponentially
• Example: bacteria
Partner Activity     – Within 20 min.
                       bacteria will divide &
                       reproduce asexually
                     – If an area starts with
                       2 bacteria cells on it,
                       how many bacteria
                       will have grown in 3
                       hours?




                        ANSWER = 1024
Logistic Growth (S-curve)
Logistic Growth
• As a resource becomes less available, populations
  slows or stops

                                              CARRYING CAPACITY




            EXPONENTIAL PHASE
                                      STABILIZATION PHASE




LAG PHASE
Predator-Prey Graph
Predator-prey Graph
• The best known
  mechanism of
  pop.control
• Pattern can repeat
  indefinitely
Extinction Graph
Extinction
• Usually occurs:
  – After a catastrophic
    disaster
     • Asteroid impacts(?)
     • Fire
     • flood
Terms to Know
• Carrying capacity - the largest # of indiv. That an
  environment can support.

                                        STABILIZATION PHASE




                                   EXPONENTIAL PHASE
• Stabilization
  phase –
  population has
  meet its carrying
  capacity and
  population growth
  levels off
• Exponential
  growth – a
  population that
  reproduces at a
  constant rate

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P p population growths #4(1)

  • 1. 4 Important characteristics of Populations • 1. GEOGRAPHICAL DISTRIBUTION – Area that is inhabited by a population • Varies in size from a few cm3 (bacteria) to millions of square kilometers
  • 2. 2. Density of Area • # of individuals per unit area • Ex: desert cactus = low density • Cactus brush = high density
  • 3. Partner activity: Density & Growth Rate • Density formula = # of indiv/area • 1. What is the density of 150 bullfrogs in a pond that covers an area of 3 sq. km? 50 bullfrogs/sq. km
  • 4. Growth Rate • Pf - Pi = Growth Rate **can be a neg. ∆Time number 1. In 1940, 4,800 sea otters were counted in a field study off the coast of Monterey, Calif. The field study continued until 1945 when scientists counted only 2,200 sea otters. What was the growth rate of sea otters? 2. -520 sea otters/year
  • 5. More Problems • In the Fall of 2000, there were 1857 students at RAHS. This fall in 2008 the student count was 2,164. Growth rate? • 38 students/year
  • 6. 3. Growth Rate (factors that affect populations • 1. Number of births (natality) • 2. Number of deaths (mortality)
  • 7. 4. # of members that enter or leave the population • Immigration = movement of individuals into an area • Emigration = movement of individuals out of an area
  • 8. Limiting Factors (affecting Populations Growth) • Competition for • water • shelter • food • Predation • Parasitism & disease • Drought & climate change • Human disturbances
  • 10. Graphs that represent Growth Rates
  • 11. Exponential Growth (J- curve) EXPONENTIAL PHASE LAG PHASE
  • 12. Exponential Growth • Occurs when a population reproduces at a constant rate. • At 1st, growth is slow • Under ideal conditions with unlimited resources, pop. will grow exponentially
  • 13. • Example: bacteria Partner Activity – Within 20 min. bacteria will divide & reproduce asexually – If an area starts with 2 bacteria cells on it, how many bacteria will have grown in 3 hours? ANSWER = 1024
  • 15. Logistic Growth • As a resource becomes less available, populations slows or stops CARRYING CAPACITY EXPONENTIAL PHASE STABILIZATION PHASE LAG PHASE
  • 17. Predator-prey Graph • The best known mechanism of pop.control • Pattern can repeat indefinitely
  • 19. Extinction • Usually occurs: – After a catastrophic disaster • Asteroid impacts(?) • Fire • flood
  • 20. Terms to Know • Carrying capacity - the largest # of indiv. That an environment can support. STABILIZATION PHASE EXPONENTIAL PHASE
  • 21. • Stabilization phase – population has meet its carrying capacity and population growth levels off
  • 22. • Exponential growth – a population that reproduces at a constant rate